作业帮运筹学 习题一道关于线性规划的题.A company produces two types of cowboy hats.Atype 1 hat requires twice as much labour time as a type 2.If all the available labour time in producted to type 2 alone,the company can produce a total of 400
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运筹学 习题一道关于线性规划的题.A company produces two types of cowboy hats.Atype 1 hat requires twice as much labour time as a type 2.If all the available labour time in producted to type 2 alone,the company can produce a total of 400
运筹学 习题
一道关于线性规划的题.
A company produces two types of cowboy hats.Atype 1 hat requires twice as much labour time as a type 2.If all the available labour time in producted to type 2 alone,the company can produce a total of 400 type 2 hats a day.the respective market limits for type1 and typ2 are 150 and 200 hats per day,respectively.the profit is $8 per type1 and $5 per type 2.determine the number of hats of each type that maximizes profit.
大致翻译：某公司生产两种帽子 type 1 花费的劳动时间是type 2 的两倍.如果单独生产type2的话一天能生产400个.但这两种帽子的市场限制是 type1 150个 type2 200个.他们的利润是 type1 ￥8 type2￥5.确定生产每个类型的帽子多少个能让利益最大化
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求获利最大的产品生产计划
运筹学 习题一道关于线性规划的题.A company produces two types of cowboy hats.Atype 1 hat requires twice as much labour time as a type 2.If all the available labour time in producted to type 2 alone,the company can produce a total of 400
given fixed labor time per day. max total profit = max profit per labor time.
hat 1 has $4 profit/lt, hat 2 $5/lt. so max profit = max prodution of hat 2.
=> 200 hat 2, (400-200)/2=100 hat 1